Distinct fractional models of falling object with linear and quadratic air resistive forces are
explored under Caputo fractional derivative. Analytical solutions to each model are extracted …

A new analytical solution of the Fractional Neutron Point Kinetics Equations is developed in
the present work, considering multi-groups of precursors of delayed neutrons as well as a …

A new analytical solution of the fractional point kinetic equations is developed in the present
work, which considers one group of delayed neutrons as well as a constant reactivity. One of …

Fractional models of the Neutron Point Kinetic Equations have been developed to overcome
certain limitations related to the classical approaches, considering more general physical …

In this study, the linear response of fission chamber (FC) neutron detectors in Isfahan
miniature neutron source reactor (MNSR) is investigated through experiments and …

The aim of this work is to explore the effect of the double subdiffusion on the stability in
BWRs. A BWR novel reduced order model with double subdiffusion effects: reduced order …

In this paper, the solutions of an extended form of the Fractional-order Neutron Point Kinetics
(FNPK) equation in terms of Caputo-time derivatives of the same order are investigated …

Behavior analysis of the neutron point kinetic model with Caputo and conformable
derivatives (Khalil and Almeida operators) was performed. Hence, boundary thresholds that …

In this work the Conformable model, obtained from Fractional Neutron Point Kineticmodel, is
extended to consider six groups of delayed neutron precursors. The methodology to …